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The saturation of
k-analytic rings and topological
equivalence of associated analytic set germs
Ulrich Daepp |
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Vol. 100 (1982), No. 2, 271–285
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Abstract |
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The objective of this paper is to adapt the theory of saturation as developed by Oscar Zariski to the case of k-analytic rings. For the most part k is an algebraically closed field of positive characteristic. We think that saturation can be helpful in the definition of equisingularity. The results beneath show that some necessary conditions for such a task are fulfilled in this particular case. We do however not go so far as to actually define equisingularity. |
Mathematical Subject Classification 2000
Primary: 32B10
Secondary: 13J05, 14B05, 32B05
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Milestones
Received: 23 December 1979
Published: 1 June 1982
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Authors |
| Ulrich Daepp | |
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